Yes should try it, i guess it should work i love the last line ''even Hulk Hogan cannot fold it 7 times'' But hey give him a try
It's very easy. More than you can imagine. Just wet the paper and double it as many times do you want, after doing so let it dry and work done!
Actually I saw this one on myth busters. There actually is a way to do it. It's all in the method and it has nothing to do with getting it wet or altering it in any other way. See "7 Folds" http://en.wikipedia.org/wiki/MythBusters_(season_5)
they did this on myth busters...way less bust than the YT vid though they made a pc of paper like the size of an airplane hanger and they needed a forklift to get the 7th fold but they did it
sticky tape 2 pieces of newspaper together and see how you go. (Sticky taping isn’t cheating – it actually makes the paper even harder to fold because in some places you’ve got the extra thickness of the tape as well as the paper!) . if that doesn’t work try it with 4 pieces, then 8 – however many it takes to get there
ehm, i know that programme, but i didn't i read from a newpaper. have you see it before, do you know that anwser?
did you try? i think in that way it should be break, isn't? don't tell me that you have successfully did that.
hey wissam, is this the formular?? i am still not quite understand. what's that t=? n=times?? L=? try tape 2 piece of newpaper together???
Folding in Half 12 Times she folded a sheet of gold foil 12 times.. http://pomonahistorical.org/12times.htm
(2^N t)/(2^-N w) = 2^(2N) t/w -- this is the same equation as above-- t = the thickness of the paper w = the width of the paper if you keep folding the paper in half you get constant thinkness, obviously doubling every time, which gives you a thickness of (2N multiplied t) so to calculate the width we use (2^–N multiplied w). If we use these together wan can find the ratio between the thickness and the width using (2^2N times t/w) To conclude from that, after 6 folds the thickness would be greater than the width so it is almost impossible to fold again. In theory it can be done up to 11 folds using alternate folding (height and width), this way the width would only halve every second fold Hope this explains